Task 1: Generate random line segments and use a rectangle clipping algorithm to show the parts of the lines that are inside the rectangle in a different color. The following is a screenshot of the application execution. You are freely to use any of the line clipping algorithms. Cohen-Sutherland Line Clipping Algorithm
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Step 1: Generate random line segments on a coordinate plane. Show more…
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(Geometry: point in a rectangle?) Write a program that prompts the user to enter a point $(x, y)$ and checks whether the point is within the rectangle centered at (0,0) with width 10 and height $5 .$ For example, (2,2) is inside the rectangle and (6,4) is outside the rectangle, as shown in Figure $4.8 b$. (Hint: A point is in the rectangle if its horizontal distance to (0,0) is less than or equal to $10 / 2$ and its vertical distance to (0,0) is less than or equal to $5.0 / 2 .$ Test your program to cover all cases.) Here are two sample runs:
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